BS EN ISO 18610:2021
$142.49
Fine ceramics (advanced ceramics, advanced technical ceramics). Mechanical properties of ceramic composites at ambient temperature in air atmospheric pressure. Determination of elastic properties by ultrasonic technique
Published By | Publication Date | Number of Pages |
BSI | 2021 | 28 |
This document specifies an ultrasonic method to determine the components of the elasticity tensor of ceramic matrix composite materials at room temperature. Young’s moduli shear moduli and Poisson coefficients, can be determined from the components of the elasticity tensor.
This document applies to ceramic matrix composites with a continuous fibre reinforcement: unidirectional (1D), bidirectional (2D), and tridirectional (×D, with 2 < × ≤ 3) which have at least orthotropic symmetry, and whose material symmetry axes are known.
This method is applicable only when the ultrasonic wavelength used is larger than the thickness of the representative elementary volume, thus imposing an upper limit to the frequency range of the transducers used.
NOTE Properties obtained by this method might not be comparable with moduli obtained by ISO 15733, ISO 20504 and EN 12289.
PDF Catalog
PDF Pages | PDF Title |
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2 | National foreword |
4 | European foreword |
6 | Foreword |
7 | 1 Scope 2 Normative references 3 Terms and definitions |
11 | 4 Principle |
12 | 5 Significance and use |
13 | 6 Test equipment 6.1 Immersion tank with temperature measurement device 6.2 Holder of the probes and test object 6.3 Probes 6.4 Pulse generator 6.5 Signal display and recording system 7 Test object |
14 | 8 Test object preparation 9 Test procedure 9.1 Choice of frequency |
15 | 9.2 Establishment of the test temperature 9.3 Reference test without test object 9.4 Measurement with the test object 9.4.1 Determination of the bulk density and thickness 9.4.2 Mounting of the test object 9.4.3 Acquisition of different angles of incidence |
16 | 10 Calculation 10.1 Delay 10.2 Calculation of the propagation velocities 10.3 Calculation of the refracted angle, θr |
17 | 10.4 Identification of the elastic constants, Cij 10.4.1 Basic considerations |
18 | 10.4.2 Calculation of C33 10.4.3 Calculation of C22, C23 and C44 10.4.4 Calculation of C11, C13 and C55 |
19 | 10.4.5 Calculation of C12 and C66 |
20 | 10.5 Polar plots of the velocity curves 10.6 Calculation of the quadratic deviation and the confidence interval |
21 | 10.7 Calculation of the engineering constants 11 Test validity 11.1 Measurements 11.2 Criterion of validity for the reliability of the Cij components 12 Test report |
23 | Annex A (informative) Example of a presentation of the results for a material with orthotropic symmetry |
25 | Bibliography |